Exposés et Conférences

  • Seminar Algebra Lyon/Saint Etienne 30 September 2021

Talk: "Preordered groups and valued fields"

  • Workshop CAPES-COFECUB 27 August 2021

Talk: "Preorders and Valuations"

  • Seminar Angers, France, 13 April 2021.

Talk: "Preordered groups and valued fields"

  • Seminar Marseille, France, 08 April 2021.

Talk: "Preordered groups and valued fields"

  • Coloquio UCIM, March 2021.

Talk: "Valoraciones, preórdenes y...¡nada más!"

Talk: "Simultaneaous monomialization."

  • Online congress "Conferences in Algebraic Geometry", 04 December 2020, organized by the Center of Mathematical Sciences, Morelia, Mexico.
    Talk: "Simultaneaous monomialization."

  • Participation to Sciences au Féminin, with the French-Mexican High School, 03 December 2020.

  • Congress Congreso del IMSA, 27-29 November 2019, CDMX, Mexico.

Talk: "Compactness of the set of preorders on a group."

Talks: "Constructible numbers and Origami." and "Monomialization and resolution of singularities."

Talk: "Compactness of the set of preorders on a group."

  • Summer school Cuernavaca, 28 June 2019

Talk: "Constructible numbers and Origamis." Beamer

Talk: "Local Uniformization through monomialization of key elements."

  • Seminar Singularities Cuernavaca 11 February 2019

Talk: "Minimal Cone of an algebraic Laurent series."

  • Seminar Commutative Algebra Guanajuato 05 February 2019

Talk: "Minimal Cone of an algebraic series."

  • Colloquium Cuernavaca 14 November 2018

Talk: "Monomialización y resolución de singularidades." Beamer

  • Seminar "Singularities and folliations", Mexico City 2018

Talk: " Local uniformization by monomialization of key polynomials."

  • Seminar "Singularities", Cuernavaca 2018

Talk: " Local uniformization by monomialization of key polynomials."

  • Congress Congreso Nacional de Geometría Algebraica, 26 February-2 March 2018, Casa Matemática Oaxaca, Oaxaca, Mexico.

  • Student seminar Picard 2017

Talk: "What are...the key polynomials?"

Talks: "Contraction criterium", "Examples illustrating the Contraction criterium" and "Castelnuovo's Theorem"